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Class 10 (Old)
Course: Class 10 (Old) > Unit 12
Lesson 3: Frustum of a coneCurved surface area of a frustum
Let's learn how to find the curved surface area of a frustum of a cone through an example. Let's use the intuitive approach rather than directly plugging into the formula. Created by Aanand Srinivas.
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- where did he get the 22/7 from?(0 votes)
- it's a value of pi(1 vote)
- how did h1 = 8cm.
this was not clear how you completed the calculation(0 votes)- He arrives to h1/h1+4 = 6/9 because of proportionality.
He then cross multiplies and arrives at 9h1 = 6h1+24
That can be rearranged into 9h1-6h1=24.
3h1=24
Then we divide both sides by 3
3h1/3=24/3
h1=8(0 votes)
- In a certain group members were contributing 2000000 total,if 40 of the members pulled out the remaining members had to contribute 2500 more.How many members were there in the group(0 votes)